Step * of Lemma cube+_interval-1

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[I:fset(ℕ)]. ∀[i:ℕ].  (cube+(I;i) [1(𝕀)] = <(i1)> ∈ formal-cube(I) j⟶ formal-cube(I+i))
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1. fset(ℕ)
2. : ℕ
⊢ cube+(I;i) [1(𝕀)] = <(i1)> ∈ formal-cube(I) j⟶ formal-cube(I+i)


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\mforall{}[I:fset(\mBbbN{})].  \mforall{}[i:\mBbbN{}].    (cube+(I;i)  o  [1(\mBbbI{})]  =  <(i1)>)


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